byGrace, J. H. (John Hilton), b. 1873; Young, Alfred, joint author
Book digitized by Google from the library of the University of Michigan and uploaded to the Internet Archive by user tpb. Topic: Invariants Source: http://books.google.com/books?id=YMWT7O0RMjoC&oe=UTF-8
Polynomial Identity RingsAuthor: Vesselin Drensky, Edward Formanek Published by Birkhäuser Basel ISBN: 978-3-7643-7126-5 DOI: 10.1007/978-3-0348-7934-7Table of Contents:Introduction Basic Properties of PI-algebras Quantitative Approach to PI-algebras The Amitsur—Levitzki Theorem Central Polynomials for Matrices Invariant Theory of Matrices The Nagata—Higman Theorem The Shirshov Theorem for Finitely Generated PI-algebras Growth of Codimensions of PI-algebras Bibliography Introduction... Topics: Polynomial rings, Matrices, Invariants
byAmerican Mathematical Society. Colloquium (7th : 1913 : Madison, Wis.); Dickson, Leonard E. (Leonard Eugene), 1874-; Osgood, William F. (William Fogg), 1864-1943
The metadata below describe the original scanning. Follow the "All Files: HTTP" link in the "View the book" box to the left to find XML files that contain more metadata about the original images and the derived formats (OCR results, PDF etc.). See also the What is the directory structure for the texts? FAQ for information about file content and naming conventions. Topics: Invariants, Number theory, Functions
Book digitized by Google from the library of the University of Michigan and uploaded to the Internet Archive by user tpb. Topics: Forms, Quadratic, Invariants Source: http://books.google.com/books?id=dmVLAAAAMAAJ&oe=UTF-8
Special Smarandache curves have been investigated by some differential geometers. A regular curve in Minkowski space-time, whose position vector is composed by Frenet frame vectors on another regular curve, is called a Smarandache Curve. M. Turgut and S. Yilmaz have defined a special case of such curves and call it Smarandache TB2 Curves. They have dealed with a special Smarandache curves which is defined by the tangent and second binormal vector fields. Topics: Smarandache curves, Frenet-Serret invariants
The metadata below describe the original scanning. Follow the "All Files: HTTP" link in the "View the book" box to the left to find XML files that contain more metadata about the original images and the derived formats (OCR results, PDF etc.). See also the What is the directory structure for the texts? FAQ for information about file content and naming conventions. Topics: Substitutions, Linear, Invariants, Bilinear forms
Pathway invariants and other evidence led to the conclusion that poly(triose-phosphate) replication preceded appearance of RNA. Macromolecular replication and the pathways of central metabolism thus evolved simultaneously. These findings offer a resolution of a long-standing issue regarding prebiotic evolution and a new paradigm for explaining the origin of life. Topics: Pathway invariants, double-stranded Poly(Triose-phosphate)
This paper presents a new supervised method for blood vessel detection in digital retinal images. This method uses a neural network scheme for pixel classification and computes a 7-D vector composed of gray-level and momentinvariants based features for pixel representation. The method was evaluated on the publicly available DRIVE and STARE databases, widely used for this purpose, since they contain retinal images where the vascular structure, vessel endothelium and fund us features has been... Topics: Diabetic Retinopathy, Moment Invariants, Vessel Segmentation
In this paper, when the unit Darboux vector of the partner curve of Mannheim curve are taken as the position vectors, the curvature and the torsion of Smarandache curve are calculated. These values are expressed depending upon the Mannheim curve. Besides, we illustrate example of our main results. Topics: Mannheim curve, Mannheim partner curve, Smarandache Curves, Frenet invariants
byPopov, V. L. (Vladimir Leonidovich); Erwin Schrödinger International Institute for Mathematical Physics
Algebraic Transformation Groups and Algebraic Varieties: Proceedings of the conference Interesting Algebraic Varieties Arising in Algebraic Transformation Group Theory held at the Erwin Schrödinger Institute, Vienna, October 22–26, 2001Author: Vladimir L. Popov Published by Springer Berlin Heidelberg ISBN: 978-3-642-05875-2 DOI: 10.1007/978-3-662-05652-3Table of Contents:Factoriality Of Certain Hypersurfaces Of P4 With Ordinary Double Points Boundedness For Low Codimensional Subvarieties... Topics: Transformation groups, Algebraic varieties, Invariants, Transformations, Groupes de, Variétés...
Robustness is the ability of the traffic network to cope with exceptional changes in the demand and supply patterndue to uncertainties. It is very essential to have a measure that can quantify this robustness, because only then it will bepossible for us to compare networks, to improve existing networks and to design new networks that are able to performwell when it subjects to failure. In this paper we survey some robustness measures based on different graph theoreticconcepts like connectivity... Topics: Graph Invariants, Laplacian Spectrum, Traffic Networks, Robustness, Network Criticality AMS...
This article is based on the Agent-action-Objective AaO-axiom and assumes that intention can be discovered and made evident. But this requirement can be satisfied only under the condition that a particular individual can be identified with his style of writing. This implies that the nature of writing becomes approachable. Getting a style under control presupposes the A-component, which is discussed with a focus on string rotation and the establishment of lawful relations that include intention... Topics: space hypothesis, AaO axiom, mirror strategy, topological invariants, uniqueness, comprehension,...
An organizing principle is proposed for the emergence of life from elementary molecules on the early Earth. It is based on the evolution of a multi-reaction system, with a shared reactant, toward the autocatalytic reaction that maximally damps the physicochemical forces driving evolution. Pathway invariants and other evidence suggest a series of interlinked and increasingly complex replication cycles evolved from the spontaneously autocatalytic formose cycle. The first protocells, covered by a... Topics: physicochemical forces, autocatalysis, pathway invariants, pre-RNA replication, PTP sheets,...
For the first time in the history of psychological and educational measurement the Kantian schema has been applied to natural language expression in a rigorous and precise way. The crucial novelty of the approach concerns the way in which the Kantian schema interrelates the analytic with the synthetic mode in the construction of the presented formalism. The main thesis advanced is based on the premise that the synthetic in contrast to the analytic proposition plays the central role in the... Topics: measuring, change, Kant, AaO system, expression, consciousness, carrier, language, dance, language,...
The present discussion is meant to serve the explanation of significant novelties, resulting from a search through the holophors of Swedish, English, German, Danish, French, and Italian text productions. Holophors have the capacity to enhance the fundamental relation between ideas and motifs through the explicitness of the functional state-termini relations. It follows that their common causal determination can be treated as the efficient definition of adaptation and consequently translational... Topics: Emergent themes, emergent motifs, transformations on information invariants, structural stability,...
byI.C. Baianu, Ph.D., with Prof. Ronald Brown and Prof. James F. Glazebrook
Abstract: A novel conceptual framework is introduced for the Complexity Levels Theory in a Categorical Ontology of Space and Time. This conceptual and formal construction is intended for ontological studies of Emergent Biosystems, Super-complex Dynamics, Evolution and Human Consciousness. A claim is defended concerning the universal representation of an item's essence in categorical terms. As an essential example, relational structures of living organisms are well represented by applying the... Topic: Categorical ontology and the theory of levels,formal foundation and relational structure of...
byI. C. Baianu, Ronald Brown and James F. Glazebrook
A Monograph Published in: Acta Universitatis Apulensis,ISSN 1582-5329, 2011: 10 (6)-175-298'Special Issue on Understanding Complex Systems,Eds. Barna Iantovics, Ladislav HluchÂ¶y and Roumen Kountchev. Abstract. In this monograph we present a novel approach to the problems raised by higher complexity in both nature and the human society, by considering the most complex levels of objective existence as ontological meta-levels, such as those present in the creative human minds and civilised,... Topics: Categorical Ontology and the Theory of Levels (COTL), meta-levels, Non- Abelian Categorical...
byI.C. Baianu, Ronald Brown and James F. Glazebrook
A non-Abelian, Universal SpaceTime Ontology is introduced in terms of categories, functors, natural transformations, Higher Dimensional Algebra and the Ontological Theory of Reality Levels. A paradigm shift towards non-commutative spacetime structures with remarkable asymmetries or broken symmetries, such as the CPT-symmetry violation, is proposed. This has the potential for novel applications of Higher Dimensional Algebra to spacetime structure determination in terms of universal, topological... Topics: universal spacetime Ontology, Categorical Ontology-Theory of Reality Levels, Non-Abelian Ontology,...
Concise tutorial on the fundamentals of ultra-complexity theory. Emergence of Life, Human consciousness and human societies. Abstract: The task of developing novel and improved methodological tools for a categorical ontology of complex spacetime structures and the ontological theory of levels is here considered from several perspectives including both the quantum-molecular and complex-relational ones. Our novel conceptual framework is aimed at helping both philosophers and natural scientists to... Topics: emergence of Life, Human Consciousness, Human Society, Categorical Ontology of Ultra-complex...